Free ASVAB Section 3: Mechanical Comprehension Exam Braindumps
ASVAB Section Three : Mechanical Comprehension Questions 51–55 (page: 12)

Updated On: 9-Feb-2026

Helical gears have ______________.

  1. straight teeth
  2. slanted teeth
  3. teeth of unequal size
  4. no advantage over spur gears

Answer(s): B

Explanation:

The teeth of helical gears are slanted.



In the figure above, which pillar supports the greater load of the cat?

  1. Pillar A
  2. Pillar B
  3. Both pillars support the cat equally.
  4. It’s impossible to determine from the information given.

Answer(s): B

Explanation:

The cat is closer to Pillar B, so Pillar B bears more weight.



Wheel A has a diameter of 10 feet. Wheel B has a diameter of 8 feet.
If both wheels revolve at the same rate, Wheel B will cover a linear distance of 16 feet ___________.

  1. at the same time as Wheel A
  2. more slowly than Wheel A
  3. in twice the time as Wheel A
  4. faster than Wheel A

Answer(s): B

Explanation:

Wheel B has to make more revolutions than Wheel A to cover the same amount of distance, so it will go slower.



What effort must be used to lift a 30-pound cat (see the figure above) using a first-class lever? (Don’t include the weight of the lever in your calculations.)

  1. 10 pounds
  2. 15 pounds
  3. 50 pounds
  4. 5 pounds

Answer(s): A

Explanation:

E stands for effort needed. 30 (weight of the cat) × 2 (length of resistance arm) = x × 6 (length of effort arm).

Do a little multiplication, and you get 60 = 6x. To isolate x, divide each side by 6:
60 ÷ 6 = 6x ÷ 6, or 10 = x.



What mechanical advantage does the block and tackle arrangement in the above figure give?

  1. 1
  2. 3
  3. 2
  4. 4

Answer(s): A

Explanation:

A fixed, simple pulley gives no mechanical advantage, so its mechanical-advantage number is 1.



Viewing page 12 of 39
Viewing questions 56 - 60 out of 187 questions


Post your Comments and Discuss Test Prep ASVAB Section 3: Mechanical Comprehension exam prep with other Community members:

AI Tutor AI Tutor 👋 I’m here to help!